Students learn to compare fractions using visual area models and number lines, focusing on same denominators and same numerators through an architectural blueprint theme.

A fast-paced review lesson on simplifying algebraic expressions using the distributive property and combining like terms, featuring a tiered 'Level Up' activity for differentiation.

A visual guide and practice set for mastering the five-number summary and interquartile range using box and whisker plots.

Explores geometric concepts like area and volume alongside statistical measures of center and data visualizations.

Reviews algebraic expressions, one-step equations, and inequalities, including modeling real-world scenarios with variables.

Covers ratios, unit rates, and percents, teaching students how to apply proportional reasoning to real-world problems.

Focuses on number sense, decimal and fraction operations, GCF, and LCM to build a strong computational foundation.

A foundational lesson introducing the concept of fact families and identifying related numbers. Students practice grouping three numbers that belong together through multiplication and division.

A lesson exploring the inverse relationship between multiplication and division using fact families and arrays. Students will learn to use known multiplication facts to solve unknown division problems.

Este recurso ayuda a los estudiantes a comprender y aplicar el Teorema del Ángulo Exterior de los Triángulos. Incluye definiciones guiadas, una actividad de exploración y problemas de práctica con variables algebraicas.

A targeted math intervention lesson focusing on solving and graphing two-step inequalities. This lesson emphasizes the "negative flip" rule, integer operations, and translating real-world scenarios into mathematical expressions.

A comprehensive lesson on solving one-step inequalities across all four operations, designed for intervention with a clean blueprint-inspired aesthetic. Includes guided notes, practice problems, and instructional slides.

A high-energy, visual jeopardy-style game designed for IEP students to master identifying, graphing, and writing inequalities. The lesson focuses on clear visual cues and step-by-step logic.

A foundational lesson on number concepts 1-10 for Kindergarten MLL students, utilizing ten frames and counters within a forest explorer theme. Students will explore numerals, number words, and visual representations through guided practice and hands-on activities.

A set of MCAS-style math open-response questions for Grade 6, focusing on equivalent expressions, equations, ratios, and percentages. Includes student worksheets and detailed teacher answer keys with rubrics.

A focused practice session on simplifying radicals and rationalizing denominators, designed to prepare students for the Algebra 2 Topics 7-8 Assessment.

Advanced practice for dividing 3-digit dividends by 1-digit divisors using the partial quotient strategy, featuring 15 pages of word problems and computation.

Focused practice for dividing 2-digit dividends by 1-digit divisors using the partial quotient strategy, including 15 pages of varied practice.

A specially designed instruction lesson on PEMDAS with exponents, utilizing color-coded scaffolds and step-by-step drafting guides to help students master the order of operations.

A comprehensive set of four math centers to be rotated over two days, covering multiplication/division, fractions, area, and multi-step word problems.

This prep lesson bridges previously mastered linear equation concepts with newer topics like scatter plots, correlation, and linear inequalities. Students will synthesize modeling techniques and algebraic conversions to prepare for the cumulative unit test.

This lesson provides a comprehensive review and assessment of linear equations, covering function identification, standard form conversions, and the properties of parallel and perpendicular lines. Students will engage in guided practice, independent modeling, and summative evaluation to master linear relationships.

A comprehensive series of activities where students learn to identify, model, and solve systems of linear equations to find the 'better deal' in real-world scenarios.

Students practice translating real-world scenarios into linear equations, tables, and graphs using positive whole numbers. This lesson reinforces the relationship between initial fees (y-intercept) and rates of change (slope).

A lesson focused on adding and subtracting polynomials with a specific emphasis on the distributive property when handling subtraction and negative signs. Students will practice horizontal and vertical methods to combine like terms.

A high-level assessment focused on Depth of Knowledge (DOK) 4, where students design a park layout using equivalent fractions and justify their mathematical reasoning.

A comprehensive review lesson for 6th Grade Math TEKS, focusing on numerical representations, computations, geometry, and data analysis through a ninja-themed challenge.

A geometry lesson exploring the mathematical challenges of representing a 3D sphere on a 2D plane through map projections, featuring a hands-on orange-peeling activity to demonstrate surface area distortion.

A geometry-focused exploration of map projections, exploring how surface area and spherical geometry lead to unavoidable distortion when flattening a 3D world into 2D maps. Students use the 'orange peel' method to visualize Gaussian curvature and distortion.

A comprehensive guide to mastering operations with rational expressions, including factoring foundations and step-by-step procedures for arithmetic operations.

A lesson exploring the mathematics of exponential growth and decay through real-world scenarios, focusing on formula mastery and percentage-to-decimal conversion.

A comprehensive 40-minute lesson on finding the Greatest Common Factor (GCF) using the ladder method, covering both numerical and algebraic expressions.

A focused review lesson on addition and subtraction with negative numbers, specifically targeting integer operations within the range of -20 to 20.

A hands-on investigation into scatter plots, lines of best fit, and identifying outliers using real-world scenarios like test scores and plant growth.